2- Body equilibrium The figures below represent, a vertical cross-section, of systems at equilibrium. Given, if possible g = 10 N/kg. Figure (a): AB is a homogeneous rod of mass 40 g of length AB = 30 cm. AO = 10 cm. Calculate m2 and determine the line of action and the magnitude of the reaction of the support at 0. m; = ?? g m, = 100 g
2- Body equilibrium The figures below represent, a vertical cross-section, of systems at equilibrium. Given, if possible g = 10 N/kg. Figure (a): AB is a homogeneous rod of mass 40 g of length AB = 30 cm. AO = 10 cm. Calculate m2 and determine the line of action and the magnitude of the reaction of the support at 0. m; = ?? g m, = 100 g
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![2- Body equilibrium
The figures below represent, a vertical cross-section, of systems at equilibrium. Given, if possible g = 10 N/kg.
Figure (a): AB is a homogeneous rod of mass 40 g of
length AB = 30 cm. AO = 10 cm. Calculate m2 and
determine the line of action and the magnitude of
the reaction of the support at 0.
m; = ?? g
m, = 100 g](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F18983640-7acf-4007-9f2a-005d063fb3a6%2F0f0aeea2-3527-48cf-9005-58aae5a1c0c6%2Fgr9mmt34_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2- Body equilibrium
The figures below represent, a vertical cross-section, of systems at equilibrium. Given, if possible g = 10 N/kg.
Figure (a): AB is a homogeneous rod of mass 40 g of
length AB = 30 cm. AO = 10 cm. Calculate m2 and
determine the line of action and the magnitude of
the reaction of the support at 0.
m; = ?? g
m, = 100 g
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